Our simulated ribbons measure 45.72 by 2.54, and there are 23 examples at thickness 127, 14 at 254, and 12 at 508. A single, randomly-seeded ribbon mesh was used across all simulations, and it had an average node spacing of 0.1. The random lattice is generated by seeding the ribbon with nodes using the Voro++ library [1]}, then Lloyd's algorithm [2]} is iteratively applied 100 times to make the mesh more regular. The mesh configuration at this point is taken as its rest configuration, and all the springs and facets have differing lengths and areas. The spring and hinge stiffnesses are set according to the model in Eqs. (REF ) and (REF ), and tuned such that the Young's modulus of the sheet is approximately \(Y = 3.4 \, \text{GPa}\)  and the bending rigidity is approximately \(B ={.65}{\cdot ^3}\) , \(B ={5.2}{\cdot ^3}\) , or \(B = {42}{\cdot ^3}\) , respectively, for the three thicknesses.
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